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Theism and Explanation - Appeared-to-Blogly

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162 Appendix<br />

we could identify some regular patterns in human behaviour, if that behaviour<br />

is described in broad enough terms. If a person intends <strong>to</strong> withdraw<br />

money from the bank, he will normally enter the bank <strong>and</strong> approach the<br />

teller. 660 If he intends <strong>to</strong> go for a long walk, he will normally put on comfortable<br />

shoes. If he intends <strong>to</strong> read a book, he will normally fi nd somewhere<br />

comfortable <strong>to</strong> sit. These may not be laws in the strict sense of sustaining<br />

counterfactual claims, for they are subject <strong>to</strong> <strong>to</strong>o many exceptions. 61 (We<br />

might not be prepared <strong>to</strong> say that if a person were not <strong>to</strong> put on comfortable<br />

shoes, he would not be intending <strong>to</strong> go for a walk.) But for many everyday<br />

purposes such rough <strong>and</strong> ready generalisations are reliable. 62<br />

What I am suggesting here is that even if such regularities exist, an intentional<br />

explanation need not cite them. For there exists another constraint<br />

on such explanations, namely the rationality principle (Appendix 1.3 <strong>and</strong><br />

5.2). Now one could argue that the rationality principle itself relies on a<br />

kind of generalisation, albeit one of the broadest possible scope. It presumes<br />

that intentional agents do act rationally. This can, if you like, be regarded<br />

as a law. But the point I am making is that intentional explanations do not<br />

rely on generalisations linking intentions <strong>and</strong> actions. What they rely on is<br />

a calculation of how a rational agent in this situation would be expected <strong>to</strong><br />

act, given certain beliefs <strong>and</strong> desires. It follows that our expectation regarding<br />

an agent’s behaviour is not based on any general intention–action rule,<br />

although it may gain some support from the existence of generalisations<br />

of this type. Intentional explanations do not depend on such laws, even if<br />

there are laws <strong>to</strong> which they could appeal.<br />

Causation without laws. It would be convenient if we could answer the<br />

question regarding explanation, while remaining agnostic regarding causation.<br />

But it is not clear that this position is defensible: it may be that the two<br />

issues cannot, fi nally, be kept distinct. Donald Davidson certainly attempts<br />

<strong>to</strong> keep them distinct. A simple way of thinking about Davidson’s view is<br />

that he is trying <strong>to</strong> maintain the following propositions, which—at fi rst<br />

sight anyway—appear <strong>to</strong> be inconsistent.<br />

(1) Causation involves law-like regularities.<br />

(2) Intentional explanations do not cite laws.<br />

(3) Intentional explanations are causal explanations. 63<br />

How does he reconcile these propositions? He does so by arguing, fi rst of<br />

all, that we do not require a causal law in order <strong>to</strong> know that a singular<br />

causal statement is true. 64 So intentional explanations can be causal explanations<br />

even if they do not cite causal laws. It follow that propositions (2)<br />

<strong>and</strong> (3) are compatible. But what about proposition (1)? Is it compatible<br />

with (2) <strong>and</strong> (3)? Well, Davidson argues that although we do not require<br />

a causal law <strong>to</strong> know that a singular causal statement is true, there must<br />

exist such a law if it is true. 65 In the case of intentional explanations, such

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